Prerequisite/Corequisite:
The following course must be completed previously: MECH 361.
Description:
Flow conservation equations, incompressible Navier‑Stokes equations, inviscid irrotational and rotational flows: the Euler equations, the potential and stream function equations. Dynamics of an incompressible inviscid flow field: the Kelvin, Stokes, and Helmholtz theorems. Elementary flows and their superposition, panel method for non‑lifting bodies. Airfoil and wing characteristics, aerodynamic forces and moments coefficients. Incompressible flows around thin airfoils, Biot‑Savart law, vortex sheets. Incompressible flow around thick airfoils, the panel method for lifting bodies. Incompressible flow around wings, Prandtl’s lifting line theory, induced angle and down‑wash, unswept wings, swept wings. Compressible subsonic flow: linearized theory, Prandlt‑Glauert equation and other compressibility correction rules, the area rule. Transonic flow: Von Karman’s ransonic small disturbance equation, transonic full potential equation, super‑critical airfoils.
Component(s):
Lecture 3 hours per week; Tutorial 1 hour per weekNotes: